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Comparisons with analytical mobility formulas are presented.
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Closed form formulae are reported describing point mobilities for thin cylindrical shells in axisymmetric motion.
A detailed description of the mobility or impedance formulae is given for a rigid mass oscillating in a plane (the source), for a beam on which flexural and longitudinal waves propagate (the mounts) and for an infinite or finite plate in which in-plane shear and longitudinal and out-of-plane flexural waves propagate (the receiver).
Electron mobility using the Kubo Greenwood formula is calculated based on the TB and MEMA band model, respectively.
The distance between amplicon i and amplicon j could be calculated according to Formula 1; while the mobility of each amplicon during agarose gels electrophoresis was calculated using Formula 2. This second formula is an experience formula, based on a large number of electrophoresis experiments in our lab (data not shown) [ 13- 15].
Its formula is H2NCONH2.
"Whatever the formula is, our formula works".
The formula was familiar.
The formula is simple.
Its chemical formula is SiC.
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